an infinite being would need to have everything else as a part of it
That doesn't hold in maths at least. N, Z, Q have the same size, but clearly Q isn't part of N. And there are as many rational numbers between 0 and 1 (or between 0 and 0.0000000000000000000001) than in Q as a whole, and yet, we can have an infinity of such different subsets. And it goes even worse with bigger sets.
It saddens me how much philosopher/theologists speak about "infinity" as if we had no set theory, no Peano arithmetic, no calculus, nothing. Intuition is usually wrong on "infinity".
Baruch Spinoza: 1632-1677 Isaac Newton: 1642-1727 Georg Cantor: 1845-1918 Richard Dedekind: 1831-1916 Guiseppe Peano: 1858-1932
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